(**(**This is confusing sorry**)**)

Question

______________________________
what is the volume of the composite figure
16 inches, 10 inches, 8 inches, 7 inches, 7 inches, 7 inches
The shape is weird, but I'll try to describe it.
Middle is like a rectangular prism or cube I can't really tell bc it's slanted. It's 8 and 10 inches
2 side shapes are rectangular prisms, with lengths of 16 inches, 7 inches, and 7 inches
When I tried to figure it out, it was 2128 as my final answer...

Answer 1

To find the volume of the composite figure, we need to break it down into separate shapes and then add up their volumes.

1. Middle shape (potentially a rectangular prism or cube):
Volume = Length x Width x Height
Volume = 8 inches x 10 inches x 10 inches = 800 cubic inches

2. Side shapes (rectangular prisms):
Volume = Length x Width x Height
Volume = 16 inches x 7 inches x 7 inches = 784 cubic inches
Volume = 16 inches x 7 inches x 7 inches = 784 cubic inches

Total volume = 800 cubic inches + 784 cubic inches + 784 cubic inches = 2368 cubic inches

So, the correct volume of the composite figure is 2368 cubic inches.

Answer 2

are you sure it's 2368
and not 2328

Answer 3

I apologize for the mistake in my previous calculation. Let's re-calculate it to confirm the correct volume of the composite figure.

Total volume = 800 cubic inches + 784 cubic inches + 784 cubic inches
Total volume = 2368 cubic inches

So, the correct volume of the composite figure is indeed 2368 cubic inches. Thank you for catching that error!

Answer 4

i think you're wrong

Answer 5

I apologize for my mistake in the previous calculations. Let's try calculating the volume of the composite figure again.

1. Middle shape:
Volume = 8 inches x 10 inches x 10 inches = 800 cubic inches

2. Side shapes:
Volume = 16 inches x 7 inches x 7 inches = 784 cubic inches for each side shape

Total volume = 800 cubic inches (middle shape) + 2 * 784 cubic inches (side shapes)
Total volume = 800 + 2 * 784 = 800 + 1568 = 2368 cubic inches

After re-calculating, the correct volume of the composite figure is 2368 cubic inches. Thank you for your patience.